Point (1) = {7.212262811943999, 13.098282062902, -11.718027288233, 0.3};
Point (2) = {7.2685328868995, 13.0606300335265, -11.759844103266, 0.3};
Point (3) = {3.58217837010735, 10.295959601627, -14.23100295595951, 0.3};
Point (4) = {3.525908295152, 10.333611631002, -14.189186140927, 0.3};
Point (5) = {7.212262811945, 4.2319854347139, -3.7347779462686, 0.3};
Point (6) = {3.52590829515205, 0.7829633187431, -5.589743774903, 0.3};
Point (7) = {3.5821783701074, 0.7097206053758, -5.5995145941295, 0.3};
Point (8) = {7.2685328869, 4.19454185354765, -3.776782448911, 0.3};
Point (9) = {0, 0, 0, 0.3};
Point (10) = {0, 5.6443128038375, 0, 0.3};
Point (125) = {7.155957898082001, 0, -5.6443128038375, 0.3};
Point (127) = {7.2122628119445, 0.056270074955605, -5.644032309106001, 0.3};
Point (129) = {7.2685328869, -2.0067086300517e-14, -5.6443128038375, 0.3};
Point (196) = {4.86024389468595, 1.33091895772275e-16, 5.6443128038375, 0.3};
Point (204) = {5.9824741184385, 9.981892182920499e-17, 5.6443128038375, 0.3};
Point (212) = {7.155992736989001, 1.19574750107905e-17, 5.6443128038375, 0.3};
Point (214) = {7.212262811945, -0.056270074955365, 5.644032309106001, 0.3};
Point (216) = {7.2685328869, 7.105628601692499e-14, 5.6443128038375, 0.3};
Point (217) = {6.0950142683495, 6.654594788613501e-17, 5.6443128038375, 0.3};
Point (219) = {4.972784044597001, 1.33091895772275e-16, 5.6443128038375, 0.3};
Point (221) = {3.9508890614782, 8.318243485767e-17, 5.6443128038375, 0.3};
Point (224) = {3.8383489115672, -8.318243485766999e-15, 5.6443128038375, 0.3};
Point (225) = {4.33383633506975, 5.6443128038375, -3.804925296539849e-16, 0.3};
Point (227) = {0, 0, 5.6443128038375, 0.3};
Point (230) = {4.4463764849808, 5.6443128038375, 1.662012400996e-17, 0.3};
Point (231) = {5.4118041590345, 5.6443128038375, -5.177352988476e-17, 0.3};
Point (234) = {5.524344308946, 5.6443128038375, 1.6620124009961e-17, 0.3};
Point (241) = {6.5660013934015, 5.6443128038375, 3.1107324700574e-16, 0.3};
Point (244) = {6.678541543313, 5.6443128038375, 2.8642843214393e-16, 0.3};
Point (245) = {7.2685328869, 5.6443128038375, 0, 0.3};
Point (246) = {15.4804159557, 0, 0, 0.3};
Point (247) = {14.456940214417, 2.31574707832975, 0, 0.3};
Point (248) = {14.15163420366401, 2.78564598692895, 0, 0.3};
Point (249) = {13.4279385724865, 3.57111329319725, 0, 0.3};
Point (251) = {9.828209008081, 5.461958082483, 0, 0.3};
Point (252) = {8.5750136827535, 5.620630372493, 0, 0.3};
Point (253) = {8.5750136827535, 2.07997758720705e-15, 5.620630372493, 0.3};
Point (254) = {8.5750136827535, 3.1003487881278e-15, -5.620630372493, 0.3};
Point (261) = {3.8383490663871, 0, -5.6443128038375, 0.3};
Point (264) = {3.9508890614782, -8.318243485767e-17, -5.6443128038375, 0.3};
Point (265) = {4.86024389468595, 1.9963784365841e-16, -5.6443128038375, 0.3};
Point (268) = {4.972784044597001, 0, -5.6443128038375, 0.3};
Point (269) = {5.9824741184385, 3.66002713373755e-16, -5.6443128038375, 0.3};
Point (272) = {6.0950142683495, 7.586238059019501e-15, -5.6443128038375, 0.3};
Point (273) = {0, 0, -5.6443128038375, 0.3};
Point (274) = {0, 17.821029586942, 0, 0.3};
Point (275) = {-0.250639065065515, 18.0775892598435, 0, 0.3};
Point (342) = {6.617928197767336, 3.815403859515798, -4.159442320354648, 0.3};
Point (345) = {6.022747964052705, 3.350840037623898, -4.542041178789787, 0.3};
Point (348) = {5.437004107478315, 2.845054774858262, -4.874826187221619, 0.3};
Point (351) = {4.870899799319533, 2.306394951501947, -5.15158318920035, 0.3};
Point (354) = {4.333975752371662, 1.74434168203938, -5.36801072315108, 0.3};
Point (444) = {4.385088961523098, 1.676500012242855, -5.389583911260235, 0.3};
Point (447) = {4.920555454282065, 2.243283640973392, -5.17937694454719, 0.3};
Point (450) = {5.486508186699515, 2.787593287370689, -4.907911031362717, 0.3};
Point (453) = {6.073381494413905, 3.299718608282334, -4.579314810506171, 0.3};
Point (456) = {6.67087192017642, 3.771047475635776, -4.199698556333134, 0.3};
Point (468) = {22.5, 17.821029586942, 0, 0.3};
Line (1) = {1, 5};
Line (2) = {8, 2};
Line (3) = {2, 3};
Line (4) = {1, 4};
Line (5) = {4, 3};
Line (6) = {3, 7};
Line (7) = {6, 7};
Line (8) = {6, 4};
CatmullRom (9) = {7, 444, 447, 450, 453, 456, 8};
CatmullRom (10) = {5, 342, 345, 348, 351, 354, 6};
Circle (11) = {10, 9, 273};
Circle (12) = {10, 9, 227};
Line (13) = {2, 1};
Line (14) = {8, 5};
Line Loop (18) = {7, -6, -5, -8};
Ruled Surface (18) = {18};
Line Loop (20) = {3, -5, -4, -13};
Ruled Surface (20) = {20};
Line Loop (22) = {2, 13, 1, -14};
Ruled Surface (22) = {22};
Line Loop (24) = {2, 3, 6, 9};
Ruled Surface (24) = {24};
Line Loop (26) = {4, -8, -10, -1};
Ruled Surface (26) = {26};
